Optimization method for multiscale structural model of cellulose separator for lithium ion battery
A cellulose separator, lithium-ion battery technology, applied in design optimization/simulation, electrical digital data processing, material analysis using radiation diffraction, etc. Effect
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Embodiment 1
[0043] Aiming at the micro-scale, the optimization method of the micro-scale structure model of the cellulose separator of lithium-ion battery includes the following steps:
[0044] S11. On the microscopic scale, the original proportion of microfibril 1 is 40%, the original proportion of matrix 2 is 60%, and the original average angle of microfibril 1 is 20 degrees. It is established that microfibril 1 is wrapped by matrix 2 The finite element model of the thin-walled cylinder, the elastic modulus E1=10.78Gpa of the model is obtained through finite element simulation;
[0045] S12. Measure the force displacement curve of a single fiber using an atomic force microscope and nanoindentation experiment method, and obtain the actual elastic modulus of a single fiber E2 = 11.71 Gpa after data processing;
[0046] S13. Compare and analyze the model elastic modulus E1 and actual elastic modulus E2, The model needs to be optimized. The proportion of the microfibrils 1 in the model can be inc...
Embodiment 2
[0051] Aiming at the mesoscale, the optimization method of the mesoscale structure model of the cellulose separator of lithium ion battery includes the following steps:
[0052] S21. Observe and obtain an environmental scanning electron microscope photo of the cellulose diaphragm at a mesoscale;
[0053] S22. Randomly select several groups of environmental scanning electron micrographs of cellulose diaphragms, use image processing methods to extract the boundary contours of the cellulose diaphragms in the photos, select one group with clear boundary contours to establish a finite element model of the cellulose diaphragm at the mesoscale, and obtain The original fiber density of the cellulose separator=60% and diameter=0.77um;
[0054] S23. Obtain the elastic modulus of the model E3=1.95Gpa through finite element simulation;
[0055] S24. Using a tensile and compressive material testing machine, using the national test standard for tensile strength of paper and cardboard (GB / T22898-200...
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